
\begin{table}[htb]
\begin{center}
\begin{tabular}{l c c c }
\hline
 & Oppose & Have not thought & Dont know \\
\hline
Intercept         & $-0.20$      & $-0.22$       & $-0.86^{***}$ \\
                  & $(0.15)$     & $(0.15)$      & $(0.23)$      \\
Helps both (T1)   & $0.19$       & $0.26$        & $-0.00$       \\
                  & $(0.13)$     & $(0.14)$      & $(0.21)$      \\
Hurts both (T2)   & $-0.06$      & $0.12$        & $-0.02$       \\
                  & $(0.13)$     & $(0.14)$      & $(0.21)$      \\
Hurts abroad (T3) & $-0.07$      & $0.20$        & $-0.35$       \\
                  & $(0.13)$     & $(0.14)$      & $(0.22)$      \\
Hurts home (T4)   & $0.05$       & $0.23$        & $-0.19$       \\
                  & $(0.13)$     & $(0.14)$      & $(0.22)$      \\
Gender            & $-0.33^{*}$  & $0.52^{***}$  & $0.41^{*}$    \\
                  & $(0.14)$     & $(0.14)$      & $(0.19)$      \\
Age               & $-0.00$      & $-0.01^{***}$ & $-0.02^{***}$ \\
                  & $(0.00)$     & $(0.00)$      & $(0.00)$      \\
Germany           & $1.24^{***}$ & $0.98^{***}$  & $0.26$        \\
                  & $(0.11)$     & $(0.11)$      & $(0.17)$      \\
USA               & $0.19$       & $0.31^{**}$   & $0.00$        \\
                  & $(0.11)$     & $(0.10)$      & $(0.15)$      \\
Canada            & $0.63^{***}$ & $0.82^{***}$  & $0.59^{***}$  \\
                  & $(0.11)$     & $(0.10)$      & $(0.15)$      \\
Switzerland       & $1.06^{***}$ & $0.49^{***}$  & $0.07$        \\
                  & $(0.10)$     & $(0.10)$      & $(0.17)$      \\
Australia         & $0.33^{**}$  & $0.77^{***}$  & $0.38^{*}$    \\
                  & $(0.11)$     & $(0.10)$      & $(0.15)$      \\
T1 x Gender       & $-0.11$      & $-0.14$       & $-0.17$       \\
                  & $(0.20)$     & $(0.19)$      & $(0.29)$      \\
T2 x Gender       & $0.06$       & $-0.04$       & $-0.75^{*}$   \\
                  & $(0.20)$     & $(0.19)$      & $(0.30)$      \\
T3 x Gender       & $0.02$       & $-0.01$       & $0.17$        \\
                  & $(0.20)$     & $(0.19)$      & $(0.29)$      \\
T4 x Gender       & $0.13$       & $0.14$        & $0.22$        \\
                  & $(0.20)$     & $(0.19)$      & $(0.29)$      \\
\hline
AIC               & 18793.98     & 18793.98      & 18793.98      \\
BIC               & 19126.54     & 19126.54      & 19126.54      \\
Log\ Likelihood   & -9348.99     & -9348.99      & -9348.99      \\
Deviance          & 18697.98     & 18697.98      & 18697.98      \\
Num.\ obs.        & 7543         & 7543          & 7543          \\
\hline
\multicolumn{4}{l}{\scriptsize{$^{***}p<0.001$, $^{**}p<0.01$, $^*p<0.05$}}
\end{tabular}
\caption{\textbf{Heterogeneous Treatment Effects -- Gender}}
\label{tab:treatmentXGender_multinom}
\end{center}
\end{table}
